相对论火箭方程的极限。普朗克光子火箭
The Ultimate Limits of the Relativistic Rocket Equation. The Planck Photon Rocket
摘要：
在本文中，我们看看光子推进火箭的极限。光子推进火箭的最大速度刚好低于光速，并且是火箭中最重亚原子粒子的约化康普顿波长的函数。我们基本上是把相对论火箭方程和豪格关于任何有静止质量的物体的最大速度的新见解结合起来。一个有趣的新发现是，为了将任何亚原子“基本”粒子加速到最大速度，粒子火箭基本上需要两个普朗克质量的初始载荷。这听起来可能不合逻辑，直到人们理解不同质量的亚原子粒子具有不同的最大速度。这可以推广到大型火箭，并给我们一个完全有效的理想火箭的最大理论速度。此外，不需要额外的燃料来加速普朗克质量粒子到其最大速度;这听起来也很荒谬，但它有一个非常简单和合乎逻辑的解决方案，在本文中解释。
英文摘要：
In this paper we look at the ultimate limits of a photon propulsion rocket. The maximum velocity for a photon propulsion rocket is just below the speed of light and is a function of the reduced Compton wavelength of the heaviest subatomic particles in the rocket. We are basically combining the relativistic rocket equation with Haug's new insight on the maximum velocity for anything with rest mass. An interesting new finding is that in order to accelerate any subatomic "fundamental" particle to its maximum velocity, the particle rocket basically needs two Planck masses of initial load. This might sound illogical until one understands that subatomic particles with different masses have different maximum velocities. This can be generalized to large rockets and gives us the maximum theoretical velocity of a fully-efficient and ideal rocket. Further, no additional fuel is needed to accelerate a Planck mass particle to its maximum velocity; this also might sound absurd, but it has a very simple and logical solution that is explained in this paper.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
